Question

define absolutely equicontious integral​

Answer 1

Step-by-step explanation:

INTRODUCTION. In this note we prove that an equicontinuous family of finitely additive Banach-valued measures, each absolutely continuous with respect to a fixed finitely additive measure h, is uniformly absolutely continuous with respect to h (Theorem 1). The domain of definition can be chosen to be a ring of sets.

Answer 2

Answer:

In this note we prove that an equicontinuous family of finitely additive Banach-valued measures, each absolutely continuous with respect to a fixed finitely additive measure h, is uniformly absolutely continuous with respect to h (Theorem 1). The domain of definition can be chosen to be a ring of sets.